Complex Analysis and Geometry

1. Theory of (a, b)-Modules. I.- 2. On the Fibers of Analytic Mappings.- 3. Twistor Constructions for Vector Bundles.- 4. Monge-Ampère Operators, Lelong Numbers, and Intersection Theory.- 5. CR Analytic Varieties with Given Boundary.- 6. Smooth Pseudoconvex Domains in ?2 for Which the Corona Theorem and Lp Estimates for ?? Fail.- 7. A Characterization of K-Invariant Stein Domains in Symmetric Embeddings.- 8. Complex Structures on the Tangent Bundle of Riemannian Manifolds.- 9. Geometric Realizations of Uniformization of Conjugates of Hermitian Locally Symmetric Manifolds.- 10. Approximation and Extension of Whitney CR Forms.- 11. The Existence of Right Inverses of Residue Homomorphisms.- 12. Tangent Bundles, Rational Curves and the Geometry of Manifolds of Negative Kodaira Dimension.- 13. Boundedness for Nongeneral-Type 3-Folds in ?5.- 14. The Curvature of the Petersson-Weil Metric on the Moduli Space of Kähler-Einstein Manifolds.- 15. On K-Jet Ampleness.- 16. Deformations of Complex Structures on a Real Lie Algebra.- 17. A Problem List on Vector Bundles.- A.1. A List of All Talks Given at the CIRM Conferences on “Complex Analysis and Geometry”.- A.2. A List of All Participants at the CIRM Conferences on “Complex Analysis and Geometry”.